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PTAS for Open Shop Scheduling Problem Approximation schemes Scheduling problems Polynomial Time Approximation Scheme (PTAS) Let Π be a minimization problem. An approximation…
L05 – Logic Synthesis 16.004 - Fall 2002 9/19/02 Synthesis of Combinational Logic Lab 1 due tonight, Quiz 1 during Friday’s recitation A B 6.004Gates F = A xor B L05…
ELE 538B: Sparsity, Structure and Inference Model Selection in Linear Models Yuxin Chen Princeton University, Spring 2017 Outline • Model selection • Lasso estimator…
Compressive Sensing Sparse-Signal Recovery Proposed Method Numerical Simulations Conclusions Signal Recovery Method for Compressive Sensing Using Relaxation and Second-Order…
Slide 1CSE 370 Sample Final Exam Questions Slide 2 1) Logic Minimization CD AB 00011110 00 01 11 10 F = Σm(0,6,7,8,9,11,15) + d(1,13) Slide 3 1) Logic Minimization 11 dd1…
Elliptic approximation of free-discontinuity problems: cavitation and fracture Carlos Mora Corral Universidad Autónoma de Madrid Joint with D Henao and X Xu 130 Free discontinuity…
A New Operator Splitting Method for Euler’s Elastica Model Euler’s Elastica energy Eulers elastica: EΓ = ∫Γ a + bκ 2 ds ab ≥ 0 κ is the curvature of the curve…
Estimation of simultaneous change-point under sparsity conditions Farida Enikeeva and Zaid Harchaoui LJK-UJF INRIA Rhônes-Alpes 7 June 2012 124 Change-point problem for…
Sparsity the Lasso and Friends Statistical Machine Learning Spring 2017 Ryan Tibshirani with Larry Wasserman 1 Introduction 11 Basic setup • Consider iid samples xi yi…
Sharp thresholds for high-dimensional and noisy recovery of sparsity using ℓ1-constrained quadratic programming Martin J Wainwright Department of Statistics and Department…
KUREPA TREES AND SPECTRA OF Lω1ω-SENTENCES DIMA SINAPOVA AND IOANNIS SOULDATOS Abstract We use set-theoretic tools to make a model-theoretic contribution In particular…
Convergence of the k-Means Minimization Problem using Γ-Convergence Matthew Thorpe∗1 Florian Theil1 Adam M Johansen1 and Neil Cade2 1University of Warwick Coventry CV4…
An Overview of Sparsity with Applications to Compression, Restoration, and Inverse Problems Justin Romberg Georgia Tech, School of ECE ENS Winter School January 9, 2012 Lyon,…
Reducing the Algebraic Complexity of Geometric Algorithms Jean-Daniel Boissonnat Ramsay Dyer Arijit Ghosh Porquerolles, April 22, 2015 Boissonnat, Dyer, Ghosh Reducing the…
1 Sharp thresholds for high-dimensional and noisy sparsity recovery usingℓ1-constrained quadratic programmming Lasso Martin J. Wainwright1 Abstract— The problem of consistently…
THE DECATEGORIFICATION OF SUTURED FLOER HOMOLOGY STEFAN FRIEDL ANDRÁS JUHÁSZ AND JACOB RASMUSSEN Abstract We define a torsion invariant T for every balanced sutured manifold…
Journal of Encapsulation and Adsorption Sciences, 2014, 4, 63-70 Published Online September 2014 in SciRes. http://www.scirp.org/journal/jeas http://dx.doi.org/10.4236/jeas.2014.43007…
Efficient Linear Programming for Dense CRFs Thalaiyasingam Ajanthan Alban Desmaison Rudy Bunel Mathieu Salzmann Philip H. S. Torr M. Pawan Kumar Oxford, December 2016 Dense…
MADNESS AND SET THEORY By Dilip Raghavan A dissertation submitted in partial fulfillment of the requirements for the degree of Doctor of Philosophy Mathematics at the UNIVERSITY…
Cosmic Rays and the Search for a Violation of Lorentz Invariance I. Cosmic rays Phenomenology, GZK cutoff II. Violation of Lorentz Invariance Theory, maximal attainable velocities…